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For example, Figure 2 apparix 07-261-1+b2 binary shows a probability model, namely the modal choice consistent with the ranking ABC: If a person chooses A over B at least 50, B over Apparix 07-261-1+b2 binary at least 50, and A over C at least 50 of the time, then their binary choice probabilities must lie somewhere in the smaller shaded cube attached to the vertex ABC.

In particular, if a person acts deterministically and chooses A over B 100, B over C 100, and A over C 100 of the time, then this person's (degenerate) choice probabilities coincide with the vertex ABC that has coordinates (1,1,1) and that also represents the deterministic apparix 07-261-1+b2 binary ABC. Next, we proceed to a joint visualization of an algebraic model (KT-V4), a probability model (theoretical modal choice consistent with KT-V4), and empirical data (the observed choice proportions of HDM, DM1, and DM13), again in 3D.

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What happens is that the gains from the trading will be shared according to each partys contribution to the initial capital. The profit margins are clear as they are agreed upon before the trading takes place.

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